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平行四边形的3-剖分
引用本文:苑立平,张玉琴,丁仁. 平行四边形的3-剖分[J]. 高校应用数学学报(英文版), 2002, 17(3): 307-312. DOI: 10.1007/s11766-002-0009-7
作者姓名:苑立平  张玉琴  丁仁
作者单位:Dept.ofMath.,HebeiNormalUniv.,Shijiazhuang050016,China
基金项目:the NSF of Hebei Province
摘    要:It has been proved that if a rectangle is dissected into three congruent pieces,then those pieces must themselves be rectangles. In the present paper this result is generalized to the case of parallelogram.

关 键 词:平行四边形 3-剖面 三等分 反向 内部关联
收稿时间:2002-02-20

Trisecting a parallelogram
Yuan Liping,Zhang Yuqin,Ding Ren. Trisecting a parallelogram[J]. Applied Mathematics A Journal of Chinese Universities, 2002, 17(3): 307-312. DOI: 10.1007/s11766-002-0009-7
Authors:Yuan Liping  Zhang Yuqin  Ding Ren
Affiliation:Dept.of Math.,Hebei Normal Univ.,Shijiazhuang 050016,China;Dept.of Math.,Hebei Normal Univ.,Shijiazhuang 050016,China;Dept.of Math.,Hebei Normal Univ.,Shijiazhuang 050016,China
Abstract:It has been proved that if a rectangle is dissected into three congruent pieces,then those pieces must themselves be rectangles.In the present paper this result is generalized to the case of parallelogram.
Keywords:incurve  relative interior  dissection  opposite corner.
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